Question

6. The flow rate of blood through the average human aorta, of radius 0.95 cm, is about 90 cm /s. What is the speed of the blood flow through the aorta? (Volumetric Flow Rate Area of vein X velocity of fluid a. 14 cm/s b. 32 cm/s c. 37 cm/s d. 42 cm/s
7. A large stone is resting on the bottom of the swimming pool. The normal force of the bottom of the pool on the stone is equal to the a. weight of the stone. b. weight of the water displaced. c. difference between the weight of the stone and the weight of the displaced water. d. sum of the weight of the stone and the weight of the displaced water.
0 0
Add a comment Improve this question Transcribed image text
Answer #1

Correct Ans:

(b)32 cm/s

explanation:

Given,

r = 0.95 cm ; V = 90 cm^3/s

We know that,

volume flow rate = area x velocity

velocity = volume flow rate/A

velocity = 90 cm^3/s/(3.14 x 0.95^2) = 31.76 cm/s = 32 cm/s

Hence, (b)32 cm/s

---------------------------------

7)correct ans:

(c)difference between the weight of the stone and the weight of water

Add a comment
Know the answer?
Add Answer to:
6. The flow rate of blood through the average human aorta, of radius 0.95 cm, is...
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for? Ask your own homework help question. Our experts will answer your question WITHIN MINUTES for Free.
Similar Homework Help Questions
  • The radius of the aorta is about 1.1 cm , and the blood passing through it...

    The radius of the aorta is about 1.1 cm , and the blood passing through it has a speed of about 48 cm/s . Coefficient of viscosity for the whole blood (37∘) is η = 4×10−3Pa⋅s.Calculate the pressure drop per cm along the aorta.

  • 7. A large stone is resting on the bottom of the swimming pool. The normal force...

    7. A large stone is resting on the bottom of the swimming pool. The normal force of the bottom of the pool on the stone is equal to the a. weight of the stone. b. weight of the water displaced. c. difference between the weight of the stone and the weight of the displaced water. d. sum of the weight of the stone and the weight of the displaced water. 8. Legend says that Archimedes, in determining whether or not...

  • The aorta carries blood away from the heart at a speed of about 37 cm/s and...

    The aorta carries blood away from the heart at a speed of about 37 cm/s and has a radius of approximately 1.2 cm.... FULL SCREEN PRINTER VERSION BLACK NEE Chapter 11, Problem 059 ya The aorta carries blood away from the heart at a speed of about 37 cm/s and has a radius of approximately 1.2 cm. The aorta branches eventually into a large number of tiny capillaries that distribute the blood to the various body organs. In a capillary,...

  • The blood flow rate through the aorta is typically 99 cm3/s, and a typical adult has...

    The blood flow rate through the aorta is typically 99 cm3/s, and a typical adult has about 4.7 liters of blood. (a) How long does it take for all your blood to pass through the aorta? s (b) If your aorta has a diameter of 2.1 cm, what is the speed of blood as it flows through the aorta? cm/s

  • The blood flow rate through the aorta is typically 102 cm3/s, and a typical adult has...

    The blood flow rate through the aorta is typically 102 cm3/s, and a typical adult has about 5.5 liters of blood. (a) How long does it take for all your blood to pass through the aorta? (b) If your aorta has a diameter of 1.9 cm, what is the speed of blood as it flows through the aorta? X cm/s Enter a number Need Help? Read It Talk to a Tutor

  • Blood flows in an aorta of radius 4.38mm at 32.5cm/s. a) Calculate the volume flow rate....

    Blood flows in an aorta of radius 4.38mm at 32.5cm/s. a) Calculate the volume flow rate. b)Although the cross-sectional area of a capillary is much smaller than that of the aorta, there are many capillaries, so their total cross-sectional area is much larger. If all the blood from the aorta flows into the capillaries and the speed of flow through the capillaries is 1.10mm/s, calculate the total cross-sectional area of the capillaries.

  • ---- The aorta of a Vulcan is not much different from a human, and their blue...

    ---- The aorta of a Vulcan is not much different from a human, and their blue blood flows through them at 20 cm/s. The volume rate of blue blood flow through their aorta is Trav. If the radius of the cylindrical aorta is 14 mm, what is the volume rate of blood flow in a Vulcan in L/min? (1000 L = 1 m3) 7.4 L/min 16.8 L/min 527.8 L/min 7.4 x 108 L/min 27 PM g

  • Blood flows in an aorta of radius 4.12mm at 32.5cm/s. Calculate the volume flow rate. Tries...

    Blood flows in an aorta of radius 4.12mm at 32.5cm/s. Calculate the volume flow rate. Tries 0/10 Although the cross-sectional area of a capillary is much smaller than that of the aorta, there are many capillaries, so their total cross-sectional area is much larger. If all the blood from the aorta flows into the capillaries and the speed of flow through the capillaries is 0.85mm/s, calculate the total cross-sectional area of the capillaries.

  • Problem 10.65 Part A The radius of the aorta is about 1.5 cm, and the blood...

    Problem 10.65 Part A The radius of the aorta is about 1.5 cm, and the blood passing through it has a speed of about 32 cm/s Coefficient of viscosity for the whole blood (37) is η = 4x10-3 Pa·s Calculate the pressure drop per cm along the aorta Express your answer using two significant figures. Pa/cm Submit My Answers Give Up Incorrect, Try Again; 5 attempts remaining

  • The heart pumps blood with an average volume flow rate of 80 cm3 /s into the...

    The heart pumps blood with an average volume flow rate of 80 cm3 /s into the aorta. The radius of the aorta is 0.75cm. a) What is the cross-sectional area of the aorta (in cm 2 )? b) What is the average speed of the blood flowing through the aorta, in cm/s? c) What is this speed in m/s?

ADVERTISEMENT
Free Homework Help App
Download From Google Play
Scan Your Homework
to Get Instant Free Answers
Need Online Homework Help?
Ask a Question
Get Answers For Free
Most questions answered within 3 hours.
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT